activity
20052021
most citedMott-insulator phases of non-locally coupled 1D dipolar Bose gases

59 citations · 79 across the 6 of their papers we have counts for

collaborators

6 papers

nlin.CG2021

Passenger Network Ridership Model Through a BRT System, the case of TransMilenio in Bogotá

Gabriel Villalobos, Juan D. Garcia-Arteaga, Arturo Argüelles

We present a ridership model of individual trajectories of users within a public transport network for which there are several different routes between origin and destiny and for w…

quant-ph2018

Retrieval of free-Majorana wavefunctions for the finite Kitaev chain using an appropriate momentum representation

Karen Rodríguez, Angélica Alejandra Pérez-Losada, Arturo Argüelles

In quantum mechanics, the spaces of momentum and its conjugate, the position, are related via Fourier transforms and thus the properties are interwoven with their structure. In par…

cond-mat.quant-gas2010

Repulsively-bound exciton-biexciton states in high-spin fermions in optical lattices

A. Argüelles, L. Santos

We show that the interplay between spin-changing collisions and quadratic Zeeman coupling provides a novel mechanism for the formation of repulsively bound composites in high-spin…

cond-mat.quant-gas2009

Correlation dynamics of strongly-correlated bosons in time-dependent optical lattices

Karen Rodriguez, Arturo Argüelles, Luis Santos

We analyze by means of Matrix-Product-State simulations the correlation dynamics of strongly-correlated superfluid Bose gases in one-dimensional time-dependent optical lattices. We…

cond-mat.other2007★ 59 cited

Mott-insulator phases of non-locally coupled 1D dipolar Bose gases

A. Arguelles, L. Santos

We analyze the Mott-insulator phases of dipolar bosonic gases placed in neighboring but unconnected 1D traps. Whereas for short-range interactions the 1D systems are independent, t…

quant-ph2005★ 20 cited

Wigner function for discrete phase space: exorcising ghost images

Arturo Argüelles, Thomas Dittrich

We construct, using simple geometrical arguments, a Wigner function defined on a discrete phase space of arbitrary integer Hilbert-space dimension that is free of redundancies. ``G…